Quantitative Modeling of Earth Surface Processes

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Quantitative Modeling of Earth Surface Processes

Pelletier Book.jpg

By: Pelletier, Jon D.

Quantitative Modeling of Earth Surface Processes, by Jon D. Pelletier. Cambridge: Cambridge University Press, 2008. ISBN: 9780521855976 (Cambridge University Press)

Appendix 1: Codes for solving the diffusion equation

  • FTCS2D: Forward Time Centered Space (FTCS) method for 2D diffusion equation (Source, SVN, Metadata)
    • FTCS2D-TerraceDiffusion: Forward Time Centered Space (FTCS) method for 2D Terrace diffusion (Source, SVN, Metadata)
  • FTCS1D-NonLinear: Forward Time Centered Space (FTCS) method for 1D non-linear diffusion equation (Source, SVN, Metadata)
  • ADI-2D: Advection diffusion implicit (ADI) method for solving 2D diffusion equation (Source, SVN, Metadata)
  • Fourier-Bessel Integration: Numerical Integration of Fourier-Bessel terms (Source, SVN, Metadata)

Appendix 2: Codes for flow routing

Appendix 3: Codes for solving the advection equation

  • Coupled1D: Coupled 1D bedrock-alluvial channel evolution (Source, SVN, Metadata)
  • StreamPower: Modeling the development of topographic steady state in the stream-power model (Source, SVN, Metadata)
  • Bedrock Erosion Model: Knickpoint propagation in the 2D sediment-flux-driven bedrock erosion model (Source, SVN, Metadata)

Appendix 4: Codes for solving the flexure equation

Appendix 5: Codes for modeling non-Newtonian flows

  • LavaFlow2D: 2D radially symmetric lava flow simulation (Source, SVN, Metadata)
  • Ice-sheet / Glacier reconstruction: Sandpile method for ice-sheet and glacier reconstruction (Source, SVN, Metadata)

Appendix 6: Codes for modeling instabilities

Appendix 7: Codes for modeling stochastic processes

  • Fractional-noise generation with Fourier-filtering method
    • FractionalNoises1D: 1D fractional-noise generation with Fourier-filtering method (Source, SVN, Metadata)
    • FractionalNoises2D: 2D Gaussian fractional-noise generation with Fourier-filtering method (Source, SVN, Metadata)
  • Iceages: Stochastic model of Pleistocene ice ages (Source, SVN, Metadata)